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(Solved): Student ID: Problem 1: Given that A=[[-1,-1,2],[1,1,-3],[2,1,3]] and v=(v_(1),v_(2),v_(3))^(T). writ ...



Student ID: Problem 1: Given that

A=[[-1,-1,2],[1,1,-3],[2,1,3]]

and

v=(v_(1),v_(2),v_(3))^(T)

. write the vector

u=Av

as a linear combination of A columns. Problem 2: Let

A

and

B

be two

n\times n

matrices. Which of the following is true:

(2AB)^(-1)=(1)/(2)A^(-1)B^(-1)

(2AB)^(-1)=2A^(-1)B^(-1)

(2AB)^(-1)=(1)/(2)B^(-1)A^(-1)

(2AB)^(-1)=2B^(-1)A^(-1)

Problem 3: Given that

A=[[1,2],[2,1]]

, find

tr(A^(T)A)

. Problem 4: Let the matrix

C=AB

, where A and B are given by:

A=[[-1,-1,\alpha ],[1,1,-3],[2,1,3]],B=[[1,1,-2],[3,1,-1],[-2,2,1]]

If

c_(1,3)=2

find the value of

\alpha

.

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